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      "orig": "The information herein relates to the Company's business and financial information as of March 31, 2026 and does not reflect subsequent developments.",
      "text": "The information herein relates to the Company's business and financial information as of March 31, 2026 and does not reflect subsequent developments."
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      "orig": "Investing in and owning our common stock involves a high degree of risk. For a discussion of these risks, see the section entitl ed 'Risk Factors' in our Annual Report on Form 10 -K filed with the SEC on February 25, 2026, and the risk disclosures in our subsequent periodic reports filed with the SEC, including our Quarterly Report on Form 10-Q for the quarter ended March 31, 2026.",
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      "orig": "Certain statements included in this presentation are forward-looking statements. Those statements include statements regarding the intent, belief or current expectations of Franklin BSP Realty Trust, Inc. ('FBRT' or the 'Company') and may include the assumptions on which such statements are based, and generally are identified by the use of words such as \"may,\" \"will,\" \"seeks,\" \"anticipates,\" \"believes,\" \"estimates,\" \"expects,\" \"plans,\" \"intends,\" \"should\" or similar expressions. Actual results may differ materially from those contemplated by such forward-looking statements. Factors that could cause actual outcomes to differ materially from our forward-looking statements include macroeconomic factors in the United States including inflation, changing interest rates and economic contraction, impairments in the value of real estate property securing our loans or that we own, the extent of any recoveries on delinquent loans, and the financial stability of our borrowers, and the other factors set forth in the risk factors section of our most recent Form 10-K and Form 10-Q. The extent to which these factors impact us and our borrowers will depend on future developments, which are highly uncertain and cannot be predicted with confidence.  Further, forward-looking statements speak only as of the date they are made, and we undertake no obligation to update or revise forward-looking statements to reflect changed assumptions, the occurrence of unanticipated events or changes to future operating results over time, except as required by law.",
      "text": "Certain statements included in this presentation are forward-looking statements. Those statements include statements regarding the intent, belief or current expectations of Franklin BSP Realty Trust, Inc. ('FBRT' or the 'Company') and may include the assumptions on which such statements are based, and generally are identified by the use of words such as \"may,\" \"will,\" \"seeks,\" \"anticipates,\" \"believes,\" \"estimates,\" \"expects,\" \"plans,\" \"intends,\" \"should\" or similar expressions. Actual results may differ materially from those contemplated by such forward-looking statements. Factors that could cause actual outcomes to differ materially from our forward-looking statements include macroeconomic factors in the United States including inflation, changing interest rates and economic contraction, impairments in the value of real estate property securing our loans or that we own, the extent of any recoveries on delinquent loans, and the financial stability of our borrowers, and the other factors set forth in the risk factors section of our most recent Form 10-K and Form 10-Q. The extent to which these factors impact us and our borrowers will depend on future developments, which are highly uncertain and cannot be predicted with confidence.  Further, forward-looking statements speak only as of the date they are made, and we undertake no obligation to update or revise forward-looking statements to reflect changed assumptions, the occurrence of unanticipated events or changes to future operating results over time, except as required by law."
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      "orig": "The summary information provided in this presentation does not purport to be complete and no obligation to update or otherwise revise such information is being assumed. Nothing shall be relied upon as a promise or representation as to the future performance of the Company. This summary is not an offer to sell securities and is not soliciting an offer to buy securities in any jurisdiction where the offer or sale is not permitted. This summary is not advice, a recommendation or an offer to enter into any transaction with us or any of our affiliated funds. There is no guarantee that any of the goals, targets or objectives described in this summary will be achieved.",
      "text": "The summary information provided in this presentation does not purport to be complete and no obligation to update or otherwise revise such information is being assumed. Nothing shall be relied upon as a promise or representation as to the future performance of the Company. This summary is not an offer to sell securities and is not soliciting an offer to buy securities in any jurisdiction where the offer or sale is not permitted. This summary is not advice, a recommendation or an offer to enter into any transaction with us or any of our affiliated funds. There is no guarantee that any of the goals, targets or objectives described in this summary will be achieved."
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      "orig": "The information contained herein is not intended to provide, and should not be relied upon for, accounting, legal, ERISA or tax advice or investment recommendations. Investors should also seek advice from their own independent tax, accounting, financial, ERISA, investment and legal advisors to properly assess the merits and risks associated with their investment in light of their own financial condition and other circumstances.  The information contained herein is qualified in its entirety by reference to our most recent Annual Report on Form 10-K and Quarterly Report on Form 10-Q.  You may obtain a copy of the most recent Annual Report or Quarterly Report by calling (844) 785-4393 and/or visiting www.fbrtreit.com.",
      "text": "The information contained herein is not intended to provide, and should not be relied upon for, accounting, legal, ERISA or tax advice or investment recommendations. Investors should also seek advice from their own independent tax, accounting, financial, ERISA, investment and legal advisors to properly assess the merits and risks associated with their investment in light of their own financial condition and other circumstances.  The information contained herein is qualified in its entirety by reference to our most recent Annual Report on Form 10-K and Quarterly Report on Form 10-Q.  You may obtain a copy of the most recent Annual Report or Quarterly Report by calling (844) 785-4393 and/or visiting www.fbrtreit.com."
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      "orig": "This presentation contains information regarding FBRT's financial results that is calculated and presented on the basis of me thodologies other than in accordance with accounting principles generally accepted in the United States ('GAAP'), including Distributable Earnings. Please refer to the appendix for the reconciliation of the applicable GAAP financial measures to non-GAAP financial measures.",
      "text": "This presentation contains information regarding FBRT's financial results that is calculated and presented on the basis of me thodologies other than in accordance with accounting principles generally accepted in the United States ('GAAP'), including Distributable Earnings. Please refer to the appendix for the reconciliation of the applicable GAAP financial measures to non-GAAP financial measures."
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      "orig": "PAST PERFORMANCE IS NOT A GUARANTEE OR INDICATIVE OF FUTURE RESULTS. INVESTMENTS INVOLVE SIGNIFICANT RISKS, INCLUDING LOSS OF THE ENTIRE",
      "text": "PAST PERFORMANCE IS NOT A GUARANTEE OR INDICATIVE OF FUTURE RESULTS. INVESTMENTS INVOLVE SIGNIFICANT RISKS, INCLUDING LOSS OF THE ENTIRE",
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      "orig": "INVESTMENT. There is no guarantee that any of the estimates, targets or projections illustrated in this summary will be achieved. Any refere nces herein to any of the Company's past or present investments, portfolio characteristics, or performance, have been provided for illustrative purposes only. It should not be assumed that these investments were or will be profitable or that any future investments will be profitable or will equal the performance of these investments.  There can be no guarantee that the investment objective of the Company will be achieved. Any investment entails a risk of loss. An investor could lose all or substantially all of his or her investment. Please refer to our most recent Annual Report on Form 10-K and Quarterly Report on Form 10-Q for a more complete list of risk factors. The following slides contain summaries of certain financial information about the Company. The information contained in this presentation is summary information that is intended to be considered in the context of our filings with the Securities and Exchange Commission and other public announcements that we may make, by press release or otherwise, from time to time.",
      "text": "INVESTMENT. There is no guarantee that any of the estimates, targets or projections illustrated in this summary will be achieved. Any refere nces herein to any of the Company's past or present investments, portfolio characteristics, or performance, have been provided for illustrative purposes only. It should not be assumed that these investments were or will be profitable or that any future investments will be profitable or will equal the performance of these investments.  There can be no guarantee that the investment objective of the Company will be achieved. Any investment entails a risk of loss. An investor could lose all or substantially all of his or her investment. Please refer to our most recent Annual Report on Form 10-K and Quarterly Report on Form 10-Q for a more complete list of risk factors. The following slides contain summaries of certain financial information about the Company. The information contained in this presentation is summary information that is intended to be considered in the context of our filings with the Securities and Exchange Commission and other public announcements that we may make, by press release or otherwise, from time to time."
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      "orig": "1. Fully Converted assumes conversion of our series of convertible preferred stock and Class A units in FBRT OP LLC, our operating partnership ('OP Units'), along with full vesting of our outstanding equity compensation awards.",
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      "orig": "2. Please see appendix for GAAP net income to Distributable Earnings calculation.",
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      "orig": "4. Cash excludes restricted cash. Total liquidity amount includes the cash available we can invest at a market advance rate utilizing our available capacity on financing lines.",
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      "orig": "1. Excludes NewPoint.",
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      "orig": "2. Does not include real estate owned operating income which is reported under Other income / (loss).",
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      "orig": "3. Please see appendix for the detail on the adjustments from GAAP net income to Distributable Earnings.",
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      "orig": "2. Cost of debt is shown before discount and transaction costs.",
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      "orig": "3. Capacity for loans.  Excludes bond repurchase agreements.",
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      "orig": "1. Represents cash available at 3/31/2026 that we can invest at a market advance rate utilizing our available capacity on financing lines.",
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      "orig": "Note: All numbers in millions.",
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      "orig": "26 loans; $468 million total commitment ($462 million of initial funding / $6 million of future funding)",
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      "orig": "2.78% weighted average spread; 6.49% all-in coupon  (1)",
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      "orig": "0.5% and 0.5% weighted average origination and exit fees, respectively",
      "text": "0.5% and 0.5% weighted average origination and exit fees, respectively"
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      "orig": "By Region",
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      "orig": "Note: Charts shown above are based on the initial funding/unpaid principal balance of the newly originated loans. 1. All-in coupon based on 3/31/26 SOFR indices.",
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      "orig": "Core Portfolio - Watch List Loans (Risk Rating 4&5)",
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      "orig": "Note: Watchlist loans are loans with a risk rating of 4 or 5.",
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      "orig": "Foreclosure Real Estate Owned ('REO')",
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      "orig": "Core Portfolio -FBRT Portfolio Details -Top 15 Loans",
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      "orig": "2. As-is loan to value percentage is from metrics at origination. Predevelopment construction loans at origination will not have an LTV and therefore is nil",
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      "orig": "Average risk rating was 2.5 for the quarter vs. 2.4 from 4Q25",
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      "orig": "Note: Principal balance in millions. Watchlist loans are loans with a risk rating of 4 or 5.",
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      "orig": "Note: All numbers in millions. Allowance for loan loss above includes future funding.",
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      "orig": "Distributable Earnings is a non-GAAP measure, which the Company defines as GAAP net income (loss), adjusted for (i) non-cash CLO amortization acceleration and amortization over the expected useful life of the Company's CLOs, (ii) unrealized gains and losses on loans and derivatives, including CECL reserves and impairments, net of realized gains and losses, as described further below, (iii) non-cash equity compensation expense, (iv) depreciation and amortization, (v) subordinated performance fee accruals/(reversal), (vi) realized gains and losses on debt extinguishment and CLO calls, (vii) non-cash income from mortgage servicing rights, and (viii) certain other non-cash items. Distributable Earnings before realized losses, a non-GAAP measure, presents Distributable Earnings gross of realized gain (loss) on debt extinguishment and realized gain (loss) on loans and real estate owned. Further, Distributable Earnings to Common, a non-GAAP measure, presents Distributable Earnings net of (x) perpetual preferred stock dividend payments and (y) non-controlling interests in joint ventures.",
      "text": "Distributable Earnings is a non-GAAP measure, which the Company defines as GAAP net income (loss), adjusted for (i) non-cash CLO amortization acceleration and amortization over the expected useful life of the Company's CLOs, (ii) unrealized gains and losses on loans and derivatives, including CECL reserves and impairments, net of realized gains and losses, as described further below, (iii) non-cash equity compensation expense, (iv) depreciation and amortization, (v) subordinated performance fee accruals/(reversal), (vi) realized gains and losses on debt extinguishment and CLO calls, (vii) non-cash income from mortgage servicing rights, and (viii) certain other non-cash items. Distributable Earnings before realized losses, a non-GAAP measure, presents Distributable Earnings gross of realized gain (loss) on debt extinguishment and realized gain (loss) on loans and real estate owned. Further, Distributable Earnings to Common, a non-GAAP measure, presents Distributable Earnings net of (x) perpetual preferred stock dividend payments and (y) non-controlling interests in joint ventures."
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      "orig": "As noted above, we exclude unrealized gains and losses on loans and other investments, including CECL reserves and impairments, from our calculation of Distributable Earnings and include realized gains and losses. The nature of these adjustments is described more fully in the footnotes to our reconciliation tables. GAAP loan loss reserves and any property impairment losses have been excluded from Distributable Earnings consistent with other unrealized losses pursuant to our existing definition of Distributable Earnings. We expect to only recognize such potential credit or property impairment losses in Distributable Earnings if and when such amounts are deemed nonrecoverable upon a realization event. This is generally at the time a loan is repaid, or in the case of a foreclosure or other property, when the underlying asset is sold. Amounts may also be deemed non-recoverable if, in our determination, it is nearly certain the carrying amounts will not be collected or realized. The realized loss amount reflected in Distributable Earnings will generally equal the difference between the cash received and the Distributable Earnings basis of the asset. The timing of any such loss realization in our Distributable Earnings may differ materially from the timing of the corresponding loss reserves, charge-offs or impairments in our consolidated financial statements prepared in accordance with GAAP.",
      "text": "As noted above, we exclude unrealized gains and losses on loans and other investments, including CECL reserves and impairments, from our calculation of Distributable Earnings and include realized gains and losses. The nature of these adjustments is described more fully in the footnotes to our reconciliation tables. GAAP loan loss reserves and any property impairment losses have been excluded from Distributable Earnings consistent with other unrealized losses pursuant to our existing definition of Distributable Earnings. We expect to only recognize such potential credit or property impairment losses in Distributable Earnings if and when such amounts are deemed nonrecoverable upon a realization event. This is generally at the time a loan is repaid, or in the case of a foreclosure or other property, when the underlying asset is sold. Amounts may also be deemed non-recoverable if, in our determination, it is nearly certain the carrying amounts will not be collected or realized. The realized loss amount reflected in Distributable Earnings will generally equal the difference between the cash received and the Distributable Earnings basis of the asset. The timing of any such loss realization in our Distributable Earnings may differ materially from the timing of the corresponding loss reserves, charge-offs or impairments in our consolidated financial statements prepared in accordance with GAAP."
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      "orig": "The Company believes that Distributable Earnings, Distributable Earnings before realized losses and Distributable Earnings to Common provide meaningful information to consider in addition to the disclosed GAAP results. The Company believes Distributable Earnings, Distributable Earnings before realized losses and Distributable Earnings to Common are useful financial metrics for existing and potential future holders of its common stock as historically, over time, Distributable Earnings to Common has been an indicator of common dividends per share. As a REIT, the Company generally must distribute annually at least 90% of its taxable income, subject to certain adjustments, and therefore believes dividends are one of the principal reasons stockholders may invest in its common stock. Further, Distributable Earnings to Common helps investors evaluate performance excluding the effects of certain transactions and GAAP adjustments that the Company does not believe are necessarily indicative of current loan portfolio performance and the Company's operations and is one of the performance metrics the Company's board of directors considers when dividends are declared.",
      "text": "The Company believes that Distributable Earnings, Distributable Earnings before realized losses and Distributable Earnings to Common provide meaningful information to consider in addition to the disclosed GAAP results. The Company believes Distributable Earnings, Distributable Earnings before realized losses and Distributable Earnings to Common are useful financial metrics for existing and potential future holders of its common stock as historically, over time, Distributable Earnings to Common has been an indicator of common dividends per share. As a REIT, the Company generally must distribute annually at least 90% of its taxable income, subject to certain adjustments, and therefore believes dividends are one of the principal reasons stockholders may invest in its common stock. Further, Distributable Earnings to Common helps investors evaluate performance excluding the effects of certain transactions and GAAP adjustments that the Company does not believe are necessarily indicative of current loan portfolio performance and the Company's operations and is one of the performance metrics the Company's board of directors considers when dividends are declared."
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      "text": "Distributable Earnings, Distributable Earnings before realized losses and Distributable Earnings to Common do not represent net income (loss) and should not be considered as an alternative to GAAP net income (loss). The methodology for calculating Distributable Earnings, Distributable Earnings before realized losses and Distributable Earnings to Common may differ from the methodologies employed by other companies and thus may not be comparable to the Distributable Earnings reported by other companies."
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      "orig": "3 Fully Converted assumes conversion of our series of convertible preferred stock and OP Units along with full vesting of our outstanding equity compensation awards.",
      "text": "3 Fully Converted assumes conversion of our series of convertible preferred stock and OP Units along with full vesting of our outstanding equity compensation awards."
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      "self_ref": "#/texts/204",
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      "orig": "CLOs",
      "text": "CLOs"
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    {
      "self_ref": "#/texts/205",
      "parent": {
        "$ref": "#/body"
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      "label": "caption",
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      "orig": "Warehouse/Revolver/Other",
      "text": "Warehouse/Revolver/Other"
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    {
      "self_ref": "#/texts/206",
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        "$ref": "#/body"
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      "content_layer": "body",
      "label": "caption",
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      "orig": "Volume/UPB/Count",
      "text": "Volume/UPB/Count"
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      "self_ref": "#/texts/207",
      "parent": {
        "$ref": "#/body"
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      "content_layer": "body",
      "label": "caption",
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      "orig": "NewPoint MSR & Servicing Book",
      "text": "NewPoint MSR & Servicing Book"
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    {
      "self_ref": "#/texts/208",
      "parent": {
        "$ref": "#/body"
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      "content_layer": "body",
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      "orig": "MSR Rollforward",
      "text": "MSR Rollforward"
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      "self_ref": "#/texts/209",
      "parent": {
        "$ref": "#/body"
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      "orig": "Servicing Book Rollforward",
      "text": "Servicing Book Rollforward"
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        "$ref": "#/body"
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      "orig": "Note: All numbers in millions.",
      "text": "Note: All numbers in millions."
    },
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      "orig": "1 Included in commercial mortgage loans held for sale and derivative instruments on the balance sheet.",
      "text": "1 Included in commercial mortgage loans held for sale and derivative instruments on the balance sheet."
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      "orig": "2 Includes $4.9 billion of principal serviced for a wholly owned subsidiary of the Company; related revenue is eliminated in consolidation.",
      "text": "2 Includes $4.9 billion of principal serviced for a wholly owned subsidiary of the Company; related revenue is eliminated in consolidation."
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      "orig": "Portfolio",
      "text": "Portfolio"
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      "orig": "Core Portfolio - Watch List Loans (Risk Rating 4&5)",
      "text": "Core Portfolio - Watch List Loans (Risk Rating 4&5)"
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      "self_ref": "#/texts/215",
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      "orig": "Watchlist loans are loans with a risk rating of 4 or 5.",
      "text": "Watchlist loans are loans with a risk rating of 4 or 5."
    },
    {
      "self_ref": "#/texts/216",
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      "orig": "Investment",
      "text": "Investment"
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      "self_ref": "#/texts/217",
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      "orig": "Core Portfolio \u2013 FBRT Portfolio Details \u2013 Top 15 Loans",
      "text": "Core Portfolio \u2013 FBRT Portfolio Details \u2013 Top 15 Loans"
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      "self_ref": "#/texts/218",
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        "$ref": "#/body"
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      "content_layer": "body",
      "label": "caption",
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      "orig": "Appendix",
      "text": "Appendix"
    },
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      "self_ref": "#/texts/219",
      "parent": {
        "$ref": "#/body"
      },
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      "content_layer": "body",
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      "orig": "Note: All numbers in millions.",
      "text": "Note: All numbers in millions."
    },
    {
      "self_ref": "#/texts/220",
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        "$ref": "#/body"
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      "orig": "1. Effective Yield defined as: (1) current spread of the loan plus (2) the greater of any applicable index or index floor.",
      "text": "1. Effective Yield defined as: (1) current spread of the loan plus (2) the greater of any applicable index or index floor."
    },
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      "self_ref": "#/texts/221",
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      "orig": "2. As-is loan to value percentage is from metrics at origination. Predevelopment construction loans at origination will not have an LTV and therefore is nil",
      "text": "2. As-is loan to value percentage is from metrics at origination. Predevelopment construction loans at origination will not have an LTV and therefore is nil"
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      "self_ref": "#/texts/222",
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      "orig": "Risk Rating",
      "text": "Risk Rating"
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      "self_ref": "#/texts/223",
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      "orig": "Principal balance in millions. Watchlist loans are loans with a risk rating of 4 or 5.",
      "text": "Principal balance in millions. Watchlist loans are loans with a risk rating of 4 or 5."
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      "self_ref": "#/texts/224",
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      "orig": "Total Allowance for Credit Loss by Collateral Type",
      "text": "Total Allowance for Credit Loss by Collateral Type"
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      "self_ref": "#/texts/225",
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        "$ref": "#/body"
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      "orig": "(All numbers in millions)",
      "text": "(All numbers in millions)"
    },
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      "self_ref": "#/texts/226",
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      "orig": "All numbers in millions. Allowance for loan loss above includes future funding.",
      "text": "All numbers in millions. Allowance for loan loss above includes future funding."
    },
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      "self_ref": "#/texts/227",
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        "$ref": "#/body"
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      "orig": "Appendix",
      "text": "Appendix"
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        "$ref": "#/body"
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      "orig": "GAAP Net Income to Distributable Earnings Reconciliation",
      "text": "GAAP Net Income to Distributable Earnings Reconciliation"
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      "orig": "(All numbers in millions except share and per share data.)",
      "text": "(All numbers in millions except share and per share data.)"
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      "orig": "1 Represents unrealized gains and losses on (i) commercial mortgage loans, held for sale, measured at fair value, (ii) other real estate investments, measured at fair value and (iii) derivatives.",
      "text": "1 Represents unrealized gains and losses on (i) commercial mortgage loans, held for sale, measured at fair value, (ii) other real estate investments, measured at fair value and (iii) derivatives."
    },
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      "orig": "2 Represents accrued and unpaid subordinated performance fee. In addition, reversal of subordinated performance fee represents cash payment obligations in the quarter.",
      "text": "2 Represents accrued and unpaid subordinated performance fee. In addition, reversal of subordinated performance fee represents cash payment obligations in the quarter."
    },
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      "orig": "3 Represents transaction-related and non-recurring costs associated with the acquisition of NewPoint.",
      "text": "3 Represents transaction-related and non-recurring costs associated with the acquisition of NewPoint."
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      "orig": "4 Represents non-cash (income) loss from equity method investments, net of cash received as return on capital for the quarter.",
      "text": "4 Represents non-cash (income) loss from equity method investments, net of cash received as return on capital for the quarter."
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      "orig": "5 Represents amounts deemed nonrecoverable upon a realization event, which is generally at the time a loan is repaid, or in the case of a foreclosure or other property, when the underlying asset is sold. Amounts may also be deemed non-recoverable if, in our determination, it is nearly certain the carrying amounts will not be collected or realized upon sale.  Amount may be different than the GAAP basis. As of March 31, 2026, the Company has $3.4 million of GAAP loss adjustments that would run through distributable earnings if and when cash losses are realized.",
      "text": "5 Represents amounts deemed nonrecoverable upon a realization event, which is generally at the time a loan is repaid, or in the case of a foreclosure or other property, when the underlying asset is sold. Amounts may also be deemed non-recoverable if, in our determination, it is nearly certain the carrying amounts will not be collected or realized upon sale.  Amount may be different than the GAAP basis. As of March 31, 2026, the Company has $3.4 million of GAAP loss adjustments that would run through distributable earnings if and when cash losses are realized."
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      "orig": "6 Represents the average of all classes of equity except the Series E Preferred Stock.",
      "text": "6 Represents the average of all classes of equity except the Series E Preferred Stock."
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      "orig": "7 Fully Converted assumes conversion of our series of convertible preferred stock and OP Units along with full vesting of our outstanding equity compensation awards.",
      "text": "7 Fully Converted assumes conversion of our series of convertible preferred stock and OP Units along with full vesting of our outstanding equity compensation awards."
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      "orig": "Book Value Per Share &amp; Shares Outstanding",
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      "orig": "Book Value Per Share",
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      "orig": "Undepreciated Book Value Per Share",
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      "orig": "All numbers in thousands except per share and share data. Preferred stock values expressed in common stock equivalents.",
      "text": "All numbers in thousands except per share and share data. Preferred stock values expressed in common stock equivalents."
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      "orig": "1 Fully-Converted book value per share assumed conversion of the Company's Series H preferred stock, OP Units and the vesting of the Company's unvested RSUs.",
      "text": "1 Fully-Converted book value per share assumed conversion of the Company's Series H preferred stock, OP Units and the vesting of the Company's unvested RSUs."
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      "orig": "FBRT Income Statement",
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      "orig": "Appendix",
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      "orig": "Appendix \u2014 FBRT Balance Sheet",
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "logo",
              "confidence": 0.9991156458854675
            },
            {
              "class_name": "icon",
              "confidence": 0.0005355027969926596
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 8.314417209476233e-05
            },
            {
              "class_name": "full_page_image",
              "confidence": 8.152637747116387e-05
            },
            {
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              "confidence": 7.982624811120331e-05
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "icon",
              "confidence": 0.44425421953201294
            },
            {
              "class_name": "logo",
              "confidence": 0.274824857711792
            },
            {
              "class_name": "other",
              "confidence": 0.1350286900997162
            },
            {
              "class_name": "calendar",
              "confidence": 0.10632780939340591
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 0.008608320727944374
            },
            {
              "class_name": "stamp",
              "confidence": 0.008307545445859432
            },
            {
              "class_name": "table",
              "confidence": 0.00389986508525908
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 0.0034639390651136637
            },
            {
              "class_name": "full_page_image",
              "confidence": 0.003400457091629505
            },
            {
              "class_name": "signature",
              "confidence": 0.0021209639962762594
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 0.001735751167871058
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 0.001668953918851912
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 0.0016610986785963178
            },
            {
              "class_name": "photograph",
              "confidence": 0.0011436353670433164
            },
            {
              "class_name": "bar_code",
              "confidence": 0.0008548393379896879
            },
            {
              "class_name": "bar_chart",
              "confidence": 0.0007021377678029239
            },
            {
              "class_name": "flow_chart",
              "confidence": 0.0006141699850559235
            },
            {
              "class_name": "music",
              "confidence": 0.000605414214078337
            },
            {
              "class_name": "qr_code",
              "confidence": 0.00040518466266803443
            },
            {
              "class_name": "pie_chart",
              "confidence": 0.00012523662007879466
            },
            {
              "class_name": "line_chart",
              "confidence": 9.21415412449278e-05
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 8.640465966891497e-05
            },
            {
              "class_name": "geographical_map",
              "confidence": 4.494454697123729e-05
            },
            {
              "class_name": "box_plot",
              "confidence": 9.839881386142224e-06
            },
            {
              "class_name": "topographical_map",
              "confidence": 8.787114893493708e-06
            },
            {
              "class_name": "scatter_plot",
              "confidence": 4.761170202982612e-06
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/2",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "meta": {
        "description": {
          "created_by": "quber-chart-scan",
          "text": "<a id='519b6693-e4d9-47f1-a3b6-ab4e88224948'></a>\n\nDistributable Earnings ($M) (1)\n<::Bar chart titled \"Distributable Earnings ($M) (1)\" showing values for four quarters:\n- 2Q'25: Total $29.0, with a stacked portion of $25.1 (2)\n- 3Q'25: Total $28.4 (2), with a stacked portion of $26.7\n- 4Q'25: Total $27.7 (2), with a stacked portion of $17.9\n- 1Q'26: Total $25.9 (2), with a stacked portion of $13.5\n: chart::>"
        },
        "classification": {
          "predictions": [
            {
              "confidence": 0.9977269768714905,
              "created_by": "DocumentPictureClassifier",
              "class_name": "bar_chart"
            },
            {
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              "created_by": "DocumentPictureClassifier",
              "class_name": "table"
            },
            {
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              "created_by": "DocumentPictureClassifier",
              "class_name": "line_chart"
            },
            {
              "confidence": 7.207084854599088e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "flow_chart"
            },
            {
              "confidence": 5.924378274357878e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "engineering_drawing"
            },
            {
              "confidence": 5.917940870858729e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "calendar"
            },
            {
              "confidence": 5.5685446568531916e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "pie_chart"
            },
            {
              "confidence": 1.9038809114135802e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "screenshot_from_computer"
            },
            {
              "confidence": 1.0399497114121914e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "other"
            },
            {
              "confidence": 3.0842725209367927e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "box_plot"
            },
            {
              "confidence": 1.9468018308543833e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "icon"
            },
            {
              "confidence": 1.847954081313219e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "screenshot_from_manual"
            },
            {
              "confidence": 1.8479241816748981e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "geographical_map"
            },
            {
              "confidence": 1.3986962130729808e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "chemistry_structure"
            },
            {
              "confidence": 9.074188938029693e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "bar_code"
            },
            {
              "confidence": 8.389667414121504e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "page_thumbnail"
            },
            {
              "confidence": 6.753165280315443e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "logo"
            },
            {
              "confidence": 6.234980673980317e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "full_page_image"
            },
            {
              "confidence": 4.791233436662878e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "scatter_plot"
            },
            {
              "confidence": 3.6327836028249294e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "music"
            },
            {
              "confidence": 3.167974682583008e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "stamp"
            },
            {
              "confidence": 2.1158255947284488e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "photograph"
            },
            {
              "confidence": 1.8015440161889273e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "topographical_map"
            },
            {
              "confidence": 1.2154823991750163e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "signature"
            },
            {
              "confidence": 9.511231979786317e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "qr_code"
            },
            {
              "confidence": 7.567786042272928e-08,
              "created_by": "DocumentPictureClassifier",
              "class_name": "crossword_puzzle"
            }
          ]
        },
        "quber__figure_job_id": "cmsgvprz100e3dn01gyzesgxn",
        "quber__figure_model": "dpt-2",
        "quber__figure_version": "dpt-2-20260410",
        "quber__figure_chunk_id": "519b6693-e4d9-47f1-a3b6-ab4e88224948",
        "quber__read_by": [
          {
            "reader": "ade",
            "produced": []
          }
        ],
        "quber__footnote_marks": [
          {
            "marker": "1",
            "kind": "footnote",
            "label": "Distributable Earnings ($M)"
          },
          {
            "marker": "2",
            "kind": "footnote",
            "label": "$29.0"
          },
          {
            "marker": "2",
            "kind": "footnote",
            "label": "$28.4"
          },
          {
            "marker": "2",
            "kind": "footnote",
            "label": "$27.7"
          },
          {
            "marker": "2",
            "kind": "footnote",
            "label": "$25.9"
          }
        ],
        "quber__footnotes": [
          {
            "marker": "",
            "text": "Note: All numbers in millions except per share data."
          },
          {
            "marker": "1",
            "text": "Please see appendix for the detail on the adjustments from GAAP net income to Distributable Earnings."
          },
          {
            "marker": "2",
            "text": "Distributable earnings before realized gain/(loss)."
          },
          {
            "marker": "3",
            "text": "Fully Converted assumes conversion of our series of convertible preferred stock and OP Units along with full vesting of our outstanding equity compensation awards."
          }
        ]
      },
      "label": "picture",
      "prov": [
        {
          "page_no": 6,
          "bbox": {
            "l": 35.36747741699219,
            "t": 508.46376037597656,
            "r": 387.8754577636719,
            "b": 280.79351806640625,
            "coord_origin": "BOTTOMLEFT"
          },
          "charspan": [
            0,
            0
          ]
        }
      ],
      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
        "mimetype": "image/png",
        "dpi": 72,
        "size": {
          "width": 353.0,
          "height": 227.0
        },
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
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            },
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            },
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            },
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            },
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              "confidence": 1.9468018308543833e-06
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            },
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            },
            {
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              "confidence": 6.753165280315443e-07
            },
            {
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              "confidence": 6.234980673980317e-07
            },
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            },
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            },
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            },
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            },
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            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/3",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "meta": {
        "description": {
          "created_by": "quber-chart-scan",
          "text": "<a id='d9c2945f-e83a-43d1-b934-005c62a36645'></a>\n\nGAAP Net Income (Loss) ($M)\n<::bar chart showing GAAP Net Income (Loss) ($M) for four quarters:\n2Q'25: $24.4\n3Q'25: $17.6\n4Q'25: $18.4\n1Q'26: $12.3\n: chart::>"
        },
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            },
            {
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            },
            {
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              "created_by": "DocumentPictureClassifier",
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            },
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            {
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              "class_name": "crossword_puzzle"
            }
          ]
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "bar_chart",
              "confidence": 0.9992259740829468
            },
            {
              "class_name": "table",
              "confidence": 0.0006709182052873075
            },
            {
              "class_name": "line_chart",
              "confidence": 5.294953371048905e-05
            },
            {
              "class_name": "pie_chart",
              "confidence": 3.1405597837874666e-05
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 8.518865797668695e-06
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 4.008174983027857e-06
            },
            {
              "class_name": "calendar",
              "confidence": 1.7363486222166102e-06
            },
            {
              "class_name": "other",
              "confidence": 1.6917466609811527e-06
            },
            {
              "class_name": "flow_chart",
              "confidence": 1.0585125664874795e-06
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 6.516718258353649e-07
            },
            {
              "class_name": "icon",
              "confidence": 2.23624141426626e-07
            },
            {
              "class_name": "box_plot",
              "confidence": 1.987841216077868e-07
            },
            {
              "class_name": "geographical_map",
              "confidence": 1.8390558409464575e-07
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 8.085932279300323e-08
            },
            {
              "class_name": "scatter_plot",
              "confidence": 7.03912945709817e-08
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 6.12071957561966e-08
            },
            {
              "class_name": "logo",
              "confidence": 4.8038046429610404e-08
            },
            {
              "class_name": "topographical_map",
              "confidence": 3.940310477901221e-08
            },
            {
              "class_name": "full_page_image",
              "confidence": 3.259673775346528e-08
            },
            {
              "class_name": "bar_code",
              "confidence": 3.2272691186108204e-08
            },
            {
              "class_name": "stamp",
              "confidence": 2.4041698409860146e-08
            },
            {
              "class_name": "photograph",
              "confidence": 2.316702563120998e-08
            },
            {
              "class_name": "qr_code",
              "confidence": 1.1528251242509668e-08
            },
            {
              "class_name": "signature",
              "confidence": 1.0385845072846678e-08
            },
            {
              "class_name": "music",
              "confidence": 7.888470321404384e-09
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 4.939501696554771e-09
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/4",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "meta": {
        "description": {
          "created_by": "quber-chart-scan",
          "text": "<a id='86ccf401-a337-473c-bbad-ed6d5e60136e'></a>\n\n<::Waterfall chart titled \"1Q 2026 ($M)\".\nThe x-axis shows categories of loans, and the y-axis represents the dollar amount in millions.\n\nData points:\n- 4Q25 Loans Outstanding: $4,436\n- Fundings on New Loans: $462. Below this bar, there is a label \"Total Commitment of $468M\"\n- Fundings on Existing Loans: $34\n- Repayments\u00b9: ($323)\n- 1Q26 Loans Outstanding: $4,609\n: waterfall chart::>"
        },
        "classification": {
          "predictions": [
            {
              "confidence": 0.9988588094711304,
              "created_by": "DocumentPictureClassifier",
              "class_name": "bar_chart"
            },
            {
              "confidence": 0.0008634102414362133,
              "created_by": "DocumentPictureClassifier",
              "class_name": "table"
            },
            {
              "confidence": 0.00017129060870502144,
              "created_by": "DocumentPictureClassifier",
              "class_name": "line_chart"
            },
            {
              "confidence": 2.7149786546942778e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "screenshot_from_computer"
            },
            {
              "confidence": 2.5806690246099606e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "calendar"
            },
            {
              "confidence": 1.781115679477807e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "pie_chart"
            },
            {
              "confidence": 8.97569589142222e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "engineering_drawing"
            },
            {
              "confidence": 7.467252544302028e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "other"
            },
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              "class_name": "music"
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              "class_name": "bar_code"
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              "created_by": "DocumentPictureClassifier",
              "class_name": "qr_code"
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            {
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              "class_name": "photograph"
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              "created_by": "DocumentPictureClassifier",
              "class_name": "crossword_puzzle"
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            {
              "confidence": 1.0005847173033544e-07,
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              "class_name": "signature"
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            {
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              "created_by": "DocumentPictureClassifier",
              "class_name": "stamp"
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        },
        "quber__figure_job_id": "cmsgvpryx00i1b5018gkbgf3j",
        "quber__figure_model": "dpt-2",
        "quber__figure_version": "dpt-2-20260410",
        "quber__figure_chunk_id": "86ccf401-a337-473c-bbad-ed6d5e60136e",
        "quber__read_by": [
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            "reader": "ade",
            "produced": []
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        ],
        "quber__footnote_marks": [
          {
            "marker": "1",
            "kind": "footnote",
            "label": "Repayments\u00b9"
          }
        ],
        "quber__footnotes": [
          {
            "marker": "",
            "text": "All numbers in millions."
          },
          {
            "marker": "1",
            "text": "Includes full paydowns, dispositions, partial paydowns, non-REO related charge-offs and amortization."
          }
        ]
      },
      "label": "picture",
      "prov": [
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          "page_no": 7,
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      "captions": [],
      "references": [],
      "footnotes": [],
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        "dpi": 72,
        "size": {
          "width": 721.0,
          "height": 383.0
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "bar_chart",
              "confidence": 0.9988588094711304
            },
            {
              "class_name": "table",
              "confidence": 0.0008634102414362133
            },
            {
              "class_name": "line_chart",
              "confidence": 0.00017129060870502144
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "pie_chart",
              "confidence": 0.9981108903884888
            },
            {
              "class_name": "bar_chart",
              "confidence": 0.0010203173151239753
            },
            {
              "class_name": "flow_chart",
              "confidence": 0.0003089655365329236
            },
            {
              "class_name": "calendar",
              "confidence": 0.00013318420678842813
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 0.00011522791464813054
            },
            {
              "class_name": "line_chart",
              "confidence": 0.00010275016393279657
            },
            {
              "class_name": "other",
              "confidence": 8.677453297423199e-05
            },
            {
              "class_name": "table",
              "confidence": 3.7705485738115385e-05
            },
            {
              "class_name": "icon",
              "confidence": 2.0578489056788385e-05
            },
            {
              "class_name": "full_page_image",
              "confidence": 1.2942733519594185e-05
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 9.68559197644936e-06
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 8.963674190454185e-06
            },
            {
              "class_name": "geographical_map",
              "confidence": 8.374319804715924e-06
            },
            {
              "class_name": "scatter_plot",
              "confidence": 6.123518232925562e-06
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 4.359489594207844e-06
            },
            {
              "class_name": "logo",
              "confidence": 3.853191628877539e-06
            },
            {
              "class_name": "music",
              "confidence": 3.3066396554204402e-06
            },
            {
              "class_name": "photograph",
              "confidence": 1.6420179917986388e-06
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 1.414843950442446e-06
            },
            {
              "class_name": "signature",
              "confidence": 1.3931985449744388e-06
            },
            {
              "class_name": "topographical_map",
              "confidence": 8.714937962395197e-07
            },
            {
              "class_name": "box_plot",
              "confidence": 2.656015567481518e-07
            },
            {
              "class_name": "stamp",
              "confidence": 1.9662833494749066e-07
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 1.5465461444819084e-07
            },
            {
              "class_name": "bar_code",
              "confidence": 2.560683576291467e-08
            },
            {
              "class_name": "qr_code",
              "confidence": 6.527828055880036e-09
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/6",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "meta": {
        "description": {
          "created_by": "quber-chart-scan",
          "text": "<a id='e2da690a-4c6f-4e75-adec-3d06e61a0f7d'></a>\n\nNet Leverage (2)\n<::bar chart showing Net Leverage. The y-axis is labeled from 0.00x to 3.00x.\nThere are two bars:\n1. Recourse Net Leverage: 1.16x\n2. Total Net Leverage: 2.84x\n: bar chart::>\n"
        },
        "classification": {
          "predictions": [
            {
              "confidence": 0.9996758699417114,
              "created_by": "DocumentPictureClassifier",
              "class_name": "bar_chart"
            },
            {
              "confidence": 0.00017871013551484793,
              "created_by": "DocumentPictureClassifier",
              "class_name": "table"
            },
            {
              "confidence": 6.45389300188981e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "line_chart"
            },
            {
              "confidence": 5.238713129074313e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "pie_chart"
            },
            {
              "confidence": 1.7878812286653556e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "screenshot_from_computer"
            },
            {
              "confidence": 2.240159119537566e-06,
              "created_by": "DocumentPictureClassifier",
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            "kind": "footnote",
            "label": "Net Leverage (2)"
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        "quber__footnotes": [
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            "marker": "2",
            "text": "Net leverage represents (i) total outstanding borrowings under secured financing arrangements, including collateralized loan obligations, repurchase agreements - commercial mortgage loans, repurchase agreements - real estate securities, asset-specific financing arrangements, and unsecured debt, less cash and cash equivalents, to (ii) total equity and total redeemable convertible preferred stock, at period end. Recourse net leverage excludes collateralized loan obligations."
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "bar_chart",
              "confidence": 0.9996758699417114
            },
            {
              "class_name": "table",
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "bar_chart",
              "confidence": 0.9989991784095764
            },
            {
              "class_name": "table",
              "confidence": 0.0008595168474130332
            },
            {
              "class_name": "line_chart",
              "confidence": 8.080017141764984e-05
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 2.1102781829540618e-05
            },
            {
              "class_name": "pie_chart",
              "confidence": 1.4717751582793426e-05
            },
            {
              "class_name": "calendar",
              "confidence": 7.007662134128623e-06
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 4.291446657589404e-06
            },
            {
              "class_name": "box_plot",
              "confidence": 3.533459675963968e-06
            },
            {
              "class_name": "other",
              "confidence": 3.4770698675856693e-06
            },
            {
              "class_name": "flow_chart",
              "confidence": 1.782058461685665e-06
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 1.3834890069119865e-06
            },
            {
              "class_name": "geographical_map",
              "confidence": 5.615356712951325e-07
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 5.09960955241695e-07
            },
            {
              "class_name": "icon",
              "confidence": 4.848645289712294e-07
            },
            {
              "class_name": "full_page_image",
              "confidence": 3.826931163075642e-07
            },
            {
              "class_name": "scatter_plot",
              "confidence": 3.129518120204011e-07
            },
            {
              "class_name": "logo",
              "confidence": 2.7172043814971403e-07
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 1.548936978679194e-07
            },
            {
              "class_name": "topographical_map",
              "confidence": 7.308250360438251e-08
            },
            {
              "class_name": "signature",
              "confidence": 7.232618770558474e-08
            },
            {
              "class_name": "bar_code",
              "confidence": 5.676319503322702e-08
            },
            {
              "class_name": "qr_code",
              "confidence": 5.0824588981868146e-08
            },
            {
              "class_name": "music",
              "confidence": 4.9109651456547e-08
            },
            {
              "class_name": "stamp",
              "confidence": 4.8645755867937623e-08
            },
            {
              "class_name": "photograph",
              "confidence": 4.421607613380729e-08
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 2.047374536573443e-08
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/8",
      "parent": {
        "$ref": "#/body"
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "pie_chart",
              "confidence": 0.9993374943733215
            },
            {
              "class_name": "bar_chart",
              "confidence": 0.00019840715685859323
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 0.0001320099545409903
            },
            {
              "class_name": "calendar",
              "confidence": 6.676757766399533e-05
            },
            {
              "class_name": "flow_chart",
              "confidence": 6.532212137244642e-05
            },
            {
              "class_name": "other",
              "confidence": 4.762752723763697e-05
            },
            {
              "class_name": "icon",
              "confidence": 3.5501747333910316e-05
            },
            {
              "class_name": "line_chart",
              "confidence": 3.137146995868534e-05
            },
            {
              "class_name": "table",
              "confidence": 2.3846658223192208e-05
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 1.567297294968739e-05
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 1.3356495401239954e-05
            },
            {
              "class_name": "scatter_plot",
              "confidence": 8.200252523238305e-06
            },
            {
              "class_name": "geographical_map",
              "confidence": 5.065691766503733e-06
            },
            {
              "class_name": "full_page_image",
              "confidence": 4.415683633851586e-06
            },
            {
              "class_name": "logo",
              "confidence": 3.936149369110353e-06
            },
            {
              "class_name": "photograph",
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SEQvoK8khDIDCsxADIzIkohXnv/o0eefQkA9t5x22Iu4zjGKMUAuBIAEzGshIgAwMzwNYEIiEQEAI6jFyxedsVvbrvxjvs6OjpAKegeWAqR2niPxTKFwFA1IhYIe6xfOHO3gesW0sIYKRWuBD8UzGy0RiLyrGVmqEmViq+U1EoR/xOsDkTUSk1798PTLv3VC6+8AUqBENBdMEVThXK/nQKQAAyrgxnYDwaU4qfv2m/HwU3KuEprKSX8UDCz0RqJyLOWmaEmISIAMDOsPikECrz9/kfPufrGL7+cB0ZD9xL4qYHDl2cGUBDAGqGAk2E1Ybt1Dx7eOx6LKm2klIgI3R8zG62RiDxrmRl+WKQUlUpw9e/uvPDa35Lvg1Lw/WCG/8UM/wYB4WsICP8NUygcFQNGWpNCJlhTRAwA4zYqnrHbgIZMUjmuklIIAd0cMxutkYg8a5kZfkCUkh3lzqk/v+E3t98XEIEQ8B1hACYghhUEohBCCiWE0cpRShvlaKWlIqKOSqXcWenorHT6AREFRBwQEAMzCAECARH+Ffmh/DrYb4d2nxC+FWbggHYelJu624A+pYw0rtYaV4Jui5mN1khEnrXMDD8UWqmFS5aedMm19/ztUVASEGGtYwZiIAKtMoloLhHLJKLZRCyXjueSsVwy7miFKIQUKyAgrMTMxFTxadlyb97iZfOXts5f3LJkube4ZfmCJa3UWQEhQCAgAoBASA3ebklkHeQA1gbyaaPm+IWjBw7p1aAdV2stpYRui5mN1khEnrXMDD8IWqs58xYee9ZlT/zjZZASEGEtIgJikCLsOj0bMn2aCs35TCGdyKcSkbArhBQChZBCShRCin/C/w++wswEzMTMxCu1d5QXLF42d9GSz75c8OGsL2d8scB2lLlSEeGoO3TvDjYADGsDA7BP6zVELtpzwBZ9SyoUdozBlaAbYmajNRKRZy0zQ/dntP5oxqwjzrh42utvg+PAWkQMRLFYZJ1idlCvxg369EjHo44xxjFKKqmU0l9TSmktlVJSihUQhRCACCsxM30tWMH3g3/yy+Vye0d5Wevydz/9/OV3P1os05+GBgAAIiCsNRRQz7R75d4Dh/UtmVDYcRwpJXRDzGy0RiLyrGVm6Oa0UvMWLtr/xHNfeuUNMAbWCmYICKVozKW2WL9vn6aGHoVMOOQKIbXjGKNdxzWu65qvKK2NMUpKqZSUUgiBKwkhAAARAYBXov8VBAGR7/udnZ1+pdJZqVQ6O/1Kp7V25iLv7QWdz8/p+GQZB8SAKBDWCgqoby506egBm/YtmVDEcRwhBHQ3zGy0RiLyrGVm6M60UguXLD38zEsef/J5cAysFUEgte7dlNt6/X7r9+kRj4aNNlIp13VD4XAoFHJXcBzjOMYYrZRUSgghpcSvAQAiwkqICADMDADMDAC8Eq0UBAEFQcX3K5VKZ2dnuaOjvd12WG9pq33jS/vk5+3vLPTbK4ACENYCCrh31r1ir/4b9yk54ahjjJQSuhVmNlojEXnWMjN0W0rK9nL56KmX3fvA46AUIHxbAaEUg9Zp3Haj/v16FmORiNLacZxQKBSORCLhcCgcdh3HOI7WWiklpRRC4NcAABGhCrwSAPBKQRAwc2WljhXa29va2srtba2efXuu98gM+/KXlYAYBSJ8W+TTBo3RK/Ye2L9HwQmFHccRQkD3wcxGayQiz1pmhu5JClHu7Dzlsut+e8d9oDQgfCvMwNzUkN1l2OAN11snGgkrpd1QKBKJRCNfCYXDrutqrY0xUkohBK4EawMzIyKtFARBeYWOjo5yud3acntbS6v30qyW+z9e/taCCgAKhG+JfN6qd/zS0f2bCrlQJGqMEUJAN8HMRmskIs9aZoZuCBGlFOddc/NVN9waIAAifBtBEImEd9hk4FYbrJdLJaTSoXA4+rVIOOy4ruM4ciUhBCLCd4aZg5UqlUq5XO7o6LCe197etmBJ66MfL73nA2+xJRSICN8GBTR+o/xpO/fLZNKhUFhrLYSA7oCZjdZIRJ61zAzdkGP0XQ89ceipFwQBgRCwxpiBaHCfHnttM3SdYt4Y44RCsVgsHovF4vFwOOy6ruM4ciUAQET4XjAzAPi+X6lUyuVy+wptXpu3/OO5y/7w+uIX5nT4BELAGmMGYD52y+Jx2/eNJVLhcFhrjYhQ85jZaI1E5FnLzNDdOEa//eH0sRPPnPX5F6AUrLEgcFxn5CaDdhq2fiwa1saJRaOJZDIej8diMdd1HcfRWiOiEAK6Aq8UBEGlUmlvb7e2rb3NW7Rk2cMfLP79m8taOkhIhDVFDCEFF+3aa7cN14kmkq7rKqUQEWobMxutkYg8a5kZuhUhhNdmfzL57GeeewWMhjUWUKmQHjti2Pq9m7V2QqFQPJlMJhLxeDwSibiuq7UWQiAidDVeKQiCcrnc0dHR5i23Xusr0xfd8OrC9+aXUSLCGqKAe2Xcq0f3GdSrFInFXdeVUkJtY2ajNRKRZy0zQ/eBiEqKs39505XX/x6MgTXDDEQD+zTvP3KLUi6jjI7F4smVYrFYKBRyHEdKKYSAGhMEQaVSKZfL1tq25S0z5y6+/sW5T8xow6/AakOhkN0lH2+aCS489oBcIR+NxRxjhBBQw5jZaI1E5FnLzNB9GKPvevCJo6dc2lEugxCwBpgBYPNBfX4ycvNELOq4biKZTKVSiXg8Fou5oZDWGleCmsTMQRB0dnZaa9vbvPmLFv/2pS/ufGdpwCgQVgPKCLfh7NeXf/kpBzTpp3sfus+uiWQqGo0aYxARahUzG62RiDxrmRm6CSXlvIWLdzx08ozps0ArWAPMALjz5oP32HKjaDQSCoVTyWQylUomk5Fo1HUcKaUQAmoeEVUqlY6ODm95a0tLy+9fnPX71xeXfRAC/k8MKKWI2XnlGS/bZYtASAgolYxdfsJhwzfZKJZIRCIRKSXUKmY2WiMRedYyM3QHiCgFnnbF9dfefAdoAwirjVkJMWrrjXfZfAPHcaKxeCqZTKfTiUQiHIkYY4QQiAjdBDP7vt/R0WHb2lpbltw1bc41z8/rCFggwqoxiJAM9Lz37OfvVDrLICT8f74/bMMBl594ZLGhIZ5IuK4rhICaxMxGayQiz1pmhu7AccwzL78xduKU1pZWkBJWFzMw7D58wz2GbxwKh6LRaHqlRCIRDoe11lJK6IZ83y+Xy21tnm1t/d0Ln13/0rzOAATCf2IAIVS4skzMeaP1y+mMAhDhXyDA1CPHj9ll+3gyFY1GtdaICLWHmY3WSESetcwMNU8I7OisjJs45alnXwajYXUxI+AOmw4as/2wUCgUi8fT6XQmk4nH4+FwWGuNiNA9MTMRlcvl9nbbumzpH1+cec1zXwaACP+GAbWEyPLP7Scvl60HQsJ/8oNePYtXnXRkvz69E8lkKBRSSkHtYWajNRKRZy0zQ81zHHPzXX/72dmXAwpAWG0Bbb1R/3E7bBaPxaLRaCabzaTT8UQiHA4rpYQQ0J3xSp2dnW1t3vJlLVc9/vEfp81HKRC+htKFTj33zbY5H/oVH4SAVQmCQ/ba8Zjxe6YymUQi4TiOEAJqDDMbrZGIPGuZGWqbVnLG7Lmjjzlt+vSZoBWsriAY2Lv5mNEjYrFoPJHIpNPZXC4ej4fDYaUUIsIPAhF1dna2t9v5CxZe8PePHnhviZCCAYSQ8c6FndNfsUvmMQpAhP+COBYLX33yEUPXH5hMpWOxmNYaagwzG62RiDxrmRlqGCJopS+94Y/nXfU/YAysriDIZ5LH7bNDz1IhHInmcrlsNptMJkOhkNYaEeEHJAiCSqVi27xZcxdOvve9N+fYkCPMoo87Zr1Rtm0gJFTD90cOHzrlqP0KhYZUKuW6rhACagkzG62RiDxrmRlqmBRiweKl2x5w3Ow5c0FKWC3Mxqij9txuaP/eoXAknU7nC4VUKhUOh7XWiAg/OERULpc729ue/3DOmfe8tuTjaa1zPmYAQAFVIoqE3PN/duD2W2yaSqWisZjWGhGhZjCz0RqJyLOWmaGGhVznqptvP+PS60BJWF1Eo7beePQ2m7huKJPJZHO5TCYTjUa11kII+IEKgqBcLre3td318NOnX/lrQAGIsFoq/u7bDzv5kHH5fD6VTruuK6WEmsHMRmskIs9aZoZapaScu2DR6GNPf++9j8BoWC1BMKhPj6NHb5+MxxOpVKFQyGQy8XjcGCOEgB8uZiaickfHsmXLTr3qhr89+g/QClYLcyTs/uLkIzYcNCCbzUZjMa01IkJtYGajNRKRZy0zQ61yjP7NnX+dfM6VpCSsFmZH68njdx7QqykSi+dXSiQSrutKKeGHjpmDIKhUOt/98JMjpl4x8/MvQClYLUEwZqetJu6/VyaXS6VS4XBYCAG1gZmN1khEnrXMDDUJEW17x8iDJ737/segFKwWCnbZYsOxIzYPRSK5XC6fz6fT6XA4LKVERPgRYGZ/hUrnzXf/bcpVN4IUsFqCoFjIXvizA9cf0C+TySQSCa011AZmNlojEXnWMjPUJKP1Q0+/MGbCFGYCRKheEDQWspPG7lQq5BLJZEOhkM3lYrGYMQZ+ZCqVysJFiw846bzX3/kQlILVEtCRY3Y6cI8dc/l8Kp12XVcIATWAmY3WSESetcwMNQjRKHnEGZfcdu+DYDSsDmQ4fNS2w4f0j8bj+Xy+UCgkEgnXdYUQ8CNDRMB078NPTjjn5x2+D4hQvYDW7dFw5eTDe/RozuWykWhUaw01gJmN1khEnrXMDLVHKzV91py9jjt9+vRZoBVUL6B1mwsn/mTXZCKRzWYLDQ3ZbDYUCmmt4UeJgmC55x059bJHnnwejIHqMUslLz7ugC03GZLPF5LJpOM4iAhdjZmN1khEnrXMDLXHNeb3f37w6DMuBikBEarELBEO2WPbbTceFI0nGgqFXD6fSCSMMYgIP0rMDMz/ePX18ZPPte0dgAjVC4LRIzafuN+e2Xwhk8mEw2GlFHQ1ZjZaIxF51jIz1BhEZOYDTjz3gUefBq2hen7Qu0dx0rid89nMCsVSKZVKhcNhKSX8iBFRZ2f5uHOuvPeBx8EYqJ4f9O3VeN4x+63ba51cLh+Px7XWiAhdipmN1khEnrXMDDVGSvnprNlbjjvatlkQAqrHfNge22w7dHAimSqsFI1GjTGICD9izCwF3v/4Pw47/aJypw8CoUrMjlanH7rviM03zhUaUqmU67pCCOhSzGy0RiLyrGVmqDGuY66/7c8nXHg1AAIiVIkon0lOOXh0Np3K5/MNxWImk3FdV0oJdQCLliwZf/zZ015/F4yG6lUq++w4/PB9d21oaMjncpFoVEoJXYqZjdZIRJ61zAy1BAG00QedfP7df3kYHAPV84M9thk6ZsTm8USiWCrlc7l4IqG1RkT40WNmJcUVN9563i9vBimhekTNxdzlkw7q0aNHQ0NDPB7XWiMidB1mNlojEXnWMjPUEinF/IVL9vnZmW+9/R4YA1VijrjOhLE7Dem3biqdKZVKmUwmHA5LKaHun/jTmbNHHHR8S0srCAFVYtZaXTHppxsM7N/Q0JBOp13XRUToOsxstEYi8qxlZqglrmOeeum1sRPOXO5ZEAKq5AcD+/SYNG7nbCZTKBQaisV4PO44DiJC3dd83590/s9vu/chMBqqxIDIx+y70947bJVvKGaz2UgkIoSArsPMRmskIs9aZoZa4hhz/a33nHjOleA6UD3msSM2G73tpolUulgsFgqFcDislIK6f6GVuvvvjx96yoUEAIhQJT/YccsNj99/z1y+kC8U4vG4Ugq6DjMbrZGIPGuZGWoGIgZEh59x8Z//9hgYDVVi1lqedcjefXo2NRQKhYaGTDbrOI4QAur+hZLyvY+nj500ddbnX4BSUCXf79+7eerh43r0aG4oFJKplDEGEaGLMLPRGonIs5aZoWYIgW22Y7N9D581+0uQEqpE1JjPnHXY3tlstlQq5fP5ZDKptYa6f4eInZ2d446f+uRTL4FroEpEmZJ6LMcAAB/+SURBVFT8jIP33mjwgEJDQyaTcV1XCAFdhJmN1khEnrXMDDVDCvHZnC832efwckcZEKFKfjBi2OCD9tg+k043NjVls9lIJKKUgrr/YLQ655c3Xf7rP4KSUCVmATh5/z12Gr5JvqEhn8+Hw2EpJXQRZjZaIxF51jIz1Ayt1KP/eGnMxKm+7wMiVCkIjhi9w05bbpRKZ0qNjelUyg2FhBBQ9x+UFE+88OpePzuT/AAQoUqdlQNGbf+TXbbJFxoKDQ2xWEwpBV2EmY3WSESetcwMNcMx+ld/vPuUS6+FFRChGsSJWPj48bts2L9vNp8vFouJRMIYg4hQ9x8E4pJlLZuPPWruvIUgBVTJ93fccqOj9tm5WCoVi8V4PG6MgS7CzEZrJCLPWmaGmhFyzMTzr77hlrtBa6iSH/RqLpyw3+49mxsbGooNhUIkGtVaQ903QcRyZ+eBJ573yFPPg1ZQpYA2Hrjuifvv2djUWCwWU6mU67rQRZjZaI1E5FnLzFAbEEEg7jthyiOPPQuuA1Xy/SH91z1x/92zuXypVMrlcuFwWEoJdd8EEZnptMuv/58/3AXGQJWIehRz5x41rqmxsVQqZTKZUCiEiNAVmNlojUTkWcvMUBukFIsWL9t3wpmvvfEuGA1VCoIRm61/1F47ZrK5YqmUyWRc1xVCQN0qGKV++Ye7Tr/wanBdqBJzNOxeOemnPZsaS6VSNp8Ph8NCCOgKzGy0RiLyrGVmqA1KyU8+mz124pRPPp0JWkGVmPfbafg+I7bI5fPFUimVShljEBHqViHkmD89+MRPJ58FWkOVmJWWFx41fvB6vYulUr5QiEQiUkroCsxstEYi8qxlZqgNRqu3Pvh07MQps+fMBSWhGswoxORxO2+18foNpVKhUEgmk1prqFs1R+snXpo2duJU22ZBCKgGg5B40n67bz10g0Kx2NDQEI1GlVLQFZjZaI1E5FnLzFAbjNYvvfnu2IlTFy1aDFJCNZiVkuccts/gfn1KjY35fD4Wi2mtoW7VtFbvfDh97KQpn3/+JSgJ1WBAgcftM3LkFkMLDV9JJBJKKegKzGy0RiLyrGVmqA2OMU+9OG3spKme1wZCQDWYtVaXHLtf3149mpqacvl8NBqVUkLdqkkpv5i3YOzEKW+/8yEYDVU7avSInYdvUmj4SjKZ1FpDV2BmozUSkWctM0NtcIx+6OkXx02a6ld8EAjVYDZGX338QT2bGxubmnK5XDgcllJC3apJKRcsXjJmwpmvv/EeGA1VO2T3bfbYZli+0FAsFpPJpDEGugIzG62RiDxrmRlqg+uYex9+av9JZ4GUgFAV5mjY/fnkg5sbi42NTZlsNhwOCyGgbtWkEIuWtYyZcOa0194Bo6FKzAfsvNVe22+eLxSKxWIylTLGICJ875jZaI1E5FnLzFAbQo5z2/0PH3r82RByoUrMmUTssokHNjcWGxub0plMOBxGRKhbNSnEkpbWMRPOfGXaW2AMVIl57A6bjx05PJfLFUulVDrtOA4iwveOmY3WSESetcwMtSHkmDsfeOyg488Gx0CViPOZxCUTDmhuLDU2NqXT6VAohIhQt2pCiJbl3pgJZ770yhtgDFSJaK/tNt1vl22y2VypsTGVSjmOI4SA7x0zG62RiDxrmRlqg+uYex9+ev/jzwKBgAjVYE7GIldNPri5qdTY2JTJZFzXRUSoWzUhhNfWtu+EKS+8+Bo4BqpENHrbTfffZetsNldsbEyn047jCCHge8fMRmskIs9aZoba4Bhz/xPPjj/+bCYCRKgGc8h1rjn5sHWam0qNjZlMxnVdRIS6VRNCtNn2MRPOfO6FaeAYqBLz+JGb7zNii2wuX2psTKVSjuMIIeB7x8xGayQiz1pmhtrgGP33p18YP/nsznIFBEI1mI3R15x06Lrr9GxsbMxkMq7rIiLUrZoUYuGSpftOmPL6G++C0VC1Q3bdepethuZy+VJjYzqdNsYIIeB7x8xGayQiz1pmhtpgtH78+ZfHH3+2te0gBFSDWWt15aSfDujbu9TYmMlkQqEQIkLdqmmlPv7s8zETp3w6fSYoBdVgQIFH7zViu6Hr5/P5UmNjKp02xggh4HvHzEZrJCLPWmaG2mC0fubl18ZNPru1ZTkIAdVglkqed+S4YUMGlkqN6UwmHA4jItStmtH6lbffHzPhzIULF4OUUA0GIXHyuJ2HDe6fy+cbGxtT6bQxRggB3ztmNlojEXnWMjPUBq3UtHc+GHf81HlzF4KSUA0GFDBp3K67bbN5sVTKZLPhcFgIAXWr5jrm0edeGTPhzHK5ExChGsxKydMOHLVBv3Xz+UJjY2MylTLGICJ875jZaI1E5FnLzFAblJSfzf5i3PFT3/9gOmgFVSIav/NWh47esVAsZXO5SDgspYS6VQu5zl0PPXHgxKmgFSBCNZi1Vucevk+fns0NxWKpWEymUlprRITvHTMbrZGIPGuZGWqDELjcaxszccoLL74OjoEq+f6IzTc85aB98sViLpeLRqNSSqhbNdcxv77tz5OnXgYhF6rEHA27Fx09rthQKK6UTCa11tAVmNlojUTkWcvMUDOUFPtNPvv+h54E14EqVfwhA9c95+j9mpqacrl8PB5XSkHdKiACIp566bW//sNdYAxUiahXY/7UA/fM57KlxsZCoRCPx7XW0BWY2WiNRORZy8xQM4xSJ1z8i//54z2gNVQpCHo2FqYeMW79Af1yuVw8kdBaIyLUfROBWK5Udj70hNfefBeUgioFwWbr9z1y9A7ZTKbU1JTP52OxmFIKugIzG62RiDxrmRlqhpby6t/fOeWqGwAQEKpC7LpmymH77rDlptlcPplKGWMQEeq+iZRi9pcLhu59qG1rB4FQJT/Yc9tN9xkxLJPOlJqa8vl8JBKRUkJXYGajNRKRZy0zQ82QUtz3yNMHn3ohEQEiVKlSOWrsrgeMGpnNFzKZjOM4Qgio+yZGq/see/bAk86jIABEqJIfHD56+xHDNkil0qWmplwuFw6HhRDQFZjZaI1E5FnLzFAzEHHGrNlb/uRYa9sBEarkB9tsOvj0w8eXisVcPh8KhaSUUPdNwq578qW/+uVNt4NWUCVmY9TEfXccOmi9bDZXbGzMZjKu6wohoCsws9EaicizlpmhlrRZu9OhJ7z7wScgJVSJuJhLXXva0T16NBcKhUg0KqVERKj7d4jITPv+bMrjTz4HrgNVCiiXiU8as3PfXs25fKFUKqXTadd1oYsws9EaicizlpmhlgRBcNIl1/zujr+AMVAlZiHkxT87YJvNNs4XCvF43BiDiFD374zW730yY+/jzpg9+0tQEqrkBwP7NE8at3M6lS6WSsViMR6PG2MQEboCMxutkYg8a5kZaomS4qY//fX4s68Ex0D1gmDP7Tc/+ZCxuXwhmUq6riuEgLp/5xrzuz8/eOwZF7FUgAhVCmjXLYf8ZOetYrF4Y2NjoaEhGo1qraGLMLPRGonIs5aZoZZoJZ9+8bX9Tjy3pXU5CAFV8v11ezZePPGggf3WS6XTkUhESgl1/wIRmXm/yWc/9NizYDRUiUEInDhmx6ED+qQymcbGxnw+Hw6HpZTQRZjZaI1E5FnLzFBLpMCZc+aOn3zWe+99AkZDlZi1kFOOGrfHDlunUulEIqGUQkSo+5oS8tPZX2z9k6NbWz0QAqrEHIuEzjl070Iuky8USqVSJpMJhUJCCOgizGy0RiLyrGVmqDFMwRFTLr3n/kfBGKhexd9lm03OOGK/fENDKpVyXRcRoe5rIce54PrfXfCLG0FKQIQqBbTBej2P22dkMplsaGgolkqpVEprLYSALsLMRmskIs9aZoYaIxBvv/+RY866goEBEapEHI+Frz3j2PUHrJfN5iKRiJQS6laSQixb7u197OmvvvYWGAPVq/j7jNx81FZD48lkqVQqFArxeFxrDV2HmY3WSESetcwMNYaZ5y1YuO0BE+YvWAxSQPX8YP89tj/+p/tkcvl4PG6MQUSoA3CMvv3+R4844yJiAESoEnEk7EzYZ8fB662TSqUbGxuzuVwkEhFCICJ0EWY2WiMRedYyM9QYZu7sLE86/+o7//IwGAPV84PmUv6Kk44YMrB/PJkMh8NCCPjRE4idlcoeR53y4itvgNZQPT/o37tp4r47JZOJQkNDqVhMpdOhUAgRoesws9Eaicizlpmh9kiBdz7w2DFnXuoDACJUz/eP/cmoI8aNSqfTsXhcaw0/eq5j/vTgEwefch4zACJUj3ncDpvtusVG0VisVCoVGhri8bjjONClmNlojUTkWcvMUHsQ4OPPZo6ffO706bNAK6geUVMxd/2UCX1790omU67rCiHgR0wI0dFRHnf81KeefQmMgeoxh1xnykGjGgu5TDbb2NiYy+UikYhSCroUMxutkYg8a5kZag+vQMGE835+270PgdGwWvzgwNEjTzh4TCabjUSiWmtEhB8r15jb//bokWde7PsEAqF6frDp4D6H7bFdPB7LFwqlUimdTruuK4SALsXMRmskIs9aZoaaxETPvvL6vhOnVio+IEL1AkonY1eefOTwTTeOxuPhUEgIAT9KUsrFS5ftcviJH3z4KSgF1WMGhsNHbbvVRgNisXixVCoUColEwhgDXY2ZjdZIRJ61zAw1iYhsuz30tIsefepFMBpWS8UfscVGl5x0ZC6Xj8Vixhj48UFAqcTUn//m6htuAa0AEarnB82l3KQxOxVymXQmUyqVstlsNBqVUkJXY2ajNRKRZy0zQ01iZgS4+6HHjz37ykoQACJUj1kKceHEg/faadtYPBEKhaSUiAg/Jq4xz7761piJZ7QsawUpYbUQjRkxbLctNwpHooWGhmKxmEwmXddFROhqzGy0RiLyrGVmqFXMtHDhogNPvejlaW+B1rBafL+5seEXpx670QYDw5GI67qICD8aQgjbXh43acozz70CRsNqIc6mYqcfuEcmlUyl06ViMV8oRKNRpRQiQldjZqM1EpFnLTNDreIVguDGP/311MuvB0RAhNVSqWy/5dArTjkmm81EIlGtNSLCjwAiKikvvP73F19zM2gFq8sPRm+3yR7DNw5HIvlCoVQspjMZ13WFEFADmNlojUTkWcvMUKuYOQiCBYsWjTr6tE9nzAYlYbUwA/MJB+971E/2jMcSbiiklIIfAdcxdz7w+DFTL21vL4MUsFoCymcSE8fs2NSQTyQSDcViPp9PJBJaa0SEGsDMRmskIs9aZoYaRiv4/g13/uXMq24ARECE1RIEiUTsshOO2GXbLYwbWkEIAT9oRuv3Pp2x19GnzfliLigFqysIdtliyJgRmzmhcD6fLxaL6XQ6HA5LKaE2MLPRGonIs5aZoYbxCkTzFy46Ysplz738OmgNq8sPGou5a86csOmQwU4oZIwRQsAPlFZq4dJlB5x47nPPvwKOA6uLKJuKn/yTXQu5TCKZbGhoKOTz8UTCGAM1g5mN1khEnrXMDLWNiALff+TZFw85/ZKK7wMirK6KP2RQ3ytPPWZg3z7acYwxiAg/OEpK21E+9qzL73nwcZACEGG1MAPAATttsf0mg0OhcC6XaygWM+l0KByWUkLNYGajNRKRZy0zQ21jZt/329vtSZdce9f9j4HRsAYqleHDhvz8tJ81lYqO6yqlEBF+QKSU7e0dJ136qz/+6X7QChBhdQXBoD49jt5z+1gsmkqlGhoacvl8PB7XWiMi1AxmNlojEXnWMjPUvCAIiIJpb7576BmXzl2wCKSENVCpjBq51dk/O6S5saS0VkohIvwgSCmJ6LTLr/ufW+9lRECE1cVslJo4dscBvZoi0Vg+lys0NKTT6VAoJISAWsLMRmskIs9aZoaax8xBEHSWO67+3Z8uv+FWUArWTGdl+602ufjEo3o1NyptlFKICN2ckrKj3Hn+db/95c13AgIIAWsgCHbYbP1x22/mhEKZdLrQ0JDL5aLRqNYaEaGWMLPRGonIs5aZoTsgokqlMm/+gsOnXPrqG++DVrBmOivbbrnxhZOP6Nd7XSGlUgoRodvSWrUu906+9Nrb/vIwM4MQsAaCoCGXnrDvyFI+E4sn8rlcoVBIJJOu6wohoMYws9EaicizlpmhmwhW8Cv/ePWNI8+6cvGipaAkrJlKZeMN+l9y4tEbDuonlVZKISJ0Q0brmV/MPf6Cqx998jnQGhBhDTAYLY8Ytd3G/XuFQuFsNlsoFNKZTCQSUUpB7WFmozUSkWctM0M3wcy+73e02xvu/MsF1/0REAER1kzFX6dn45RjfrrHiOHGOEJKIQR0HwJRG/3W+58cd84Vr73xLmgFiLBmAtp1+IZ7b7OJcZxUOl0oFHK5XDQadRwHEaH2MLPRGonIs5aZofsgos7OztbWlpMuufb+x54DrWCN+b7jupMO2veo8aPTqaSQEoVA6AaUlEFAt/z17xde+7u5X8wDx8AaC4IN1lvnsN23jkWj8Xg8n8/n8vlUKuW6Lq4EtYeZjdZIRJ61zAzdir9CpfPDT2Ycfe7PP/xoBhgNa4wIAHffboupxx20Xq+eQilcCWoVIrrGfD53/kW//v0t9zzkBz5ICWuMKJOMTdx3x8ZCNhwOZ3O5QqGQTqfD4bDWGmoVMxutkYg8a5kZuhVm9n2/3NH+9EuvTbjgmqXLWkBKWGPMUPGbm4s/O2Cf8XuMTMbjgP8ENUYr5QfB48+/evYvfvPuex+BUiAErDFmR6tDd996kwG9teOmU6l8oZDNZmOxmNZaCAG1ipmN1khEnrXMDN0NM5dX6Gi//f5Hzr/+Fms7QAr4NoIAUOy41aYnHDJusw0HG6MDYkSE2qDkCuLD6bOuvOn2+x55qs2zoBV8G8wAsPe2Q3ceNsRx3WQqmc1mc7lcPB4PhUJCCKhhzGy0RiLyrGVm6IaIqFwut3nLb777gctvvtMPCBDh22AG348mYoftu/u43Uas368PIDIDIkLXEUI4Ws+Zv+B39z74P7fft3DuAtAKhIBvg1kAjhw2aO9tN3EcNxaP51bIZhPJZCgUUkpBbWNmozUSkWctM0P35Pt+R0eHt3z5lTffcePdDwAKQIRviQj8oLm5OHrkNgftvUvfdXporQMi+H4hglYagOctWnLnA4/d8cDjb7/9PigFQsC3FwTDN+w3bsRmkUg4Golmc19JpVLhcFgphYhQ25jZaI1E5FnLzNA9MbPv+x0dHYsWLbrsxtvvuP9x0ArWCj8A5nQ2tf+oHfcauc1GA9dzHIeIGL5biICISikmfu+Tz/78yFO3/vXR2XO+AGIwGtaKgDYe0OvgXbaKRELhcCSTyeTz+WQqFY1GlVJCCKh5zGy0RiLyrGVm6LaYuVKpWGvnz18w5Zc3P/bMS6A1IMJaQQS+n81lN99o8J4jhu+w5abpZNx1HWb2A2JmWEsQUUqhpPT9YGnL8udff/svjz37j1ffnDNrDmgNUsDa4gcDejcdtts2qWQsFAqn0ulcLpdJp6OxmDEGEaE7YGajNRKRZy0zQ3dGRJ2dlXJH++w5X1x+851/ffw5kBIQYW0JAggC1LpYyO281bARWwzt07O5T8/GWDQSBLQCwz8xM1QBEQAQABBRCqGU7OysfP7l/A9mzHzqhWn3P/X8nLkLqFwGIUApWFuYgXnguk0H7bJVNhl3Q6FUKpXN5dLpdCz2/9qD1x+7qvMOwO+71nrX2vucfW4zYzPGl4QB0wAGQWKC2qY0ipDyJR+SSFX/qnyKKrVNqnxLQi+JciEkaqWEUgUUuYWagDAXG2ODbewZ5rLP2mff3l9mTupKVRRFVQBxzuznGYQQeI4WAQAvwqqaxwiAFpyqVlVVxHjjvZtf+9aT//jTZ2ifMfQBAgiguiGRk8fvuOfU8Yc+dc9fPPrwQ/fePRz0xTkv+xwzExFARDhAxMTMRMTMxMwA6qZtmqZu2ljMzl944/kXX/6vly9cuvLu65evtNOCRMgwMdMHCCDF2Qc2/voLj01GgyRJJ5PJ6tra6upqlmUhBGstLQ4AXoRVNY8RAC0+ALO5Wzdv/d2TP/zW93/atErG0AcOoFapbckYm4Q0+JPrd2ycOnb3qRMbJ4+vH1lJgk+8D96HIOJc3TRV3VRVXdVNMZvduLV16eq1t965dunqtbeuXtvN86aqqW7IWnKWmOkDBxjDf/nwp77y+Nl+L03SdDyZrK2tTVZWBlkWQjDGMDMtDgBehFU1jxEALQVVrapqmue7Ozvf/OenvvEvT5dFSc7ShwcgEEFJQaqkSkHE++B98D4EEWvrpq3quqzqumlmRUllScaQYWJDhomZmOnDo2DDX/rzh7/42QeTJEnTdDKZrK6traysZFkWQrDW0qIB4EVYVfMYAdCyUNWyLIui2N3e/t6//vvffOcHtza3yTn6yAAEIgIBBCICERMTMdM+ZmKmj0yrvTR8+fHPPP7IfeJ9L00nk8nK6upkMsmyLIRgjGFmWjQAvAirah4jAFoiqlrXdZ7nRZz+8tx/f/3bPzj/6ptkLTHT4QFQq+tHJn/1hcfObJyQELIsG4/HKysr4/E4yzLvvbWWFhMAL8KqmscIgJYLgKqqiqKY5vmVd9792yd/9NQzv6rqhqyhwwAg4Ox9G19+/DPH1lacyGAwGE8mK5PJaDTq9fvee56jxQTAi7Cq5jECoKWjqm3bxn3T6ebm5o9+8dzf/9NPtrZ2yFlipiXWtP2s98XPnvn8p+/v91Lv/XA0mkwmK5PJYDhM01REjDG0yAB4EVbVPEYAtIwANE1TlmW+txfj9Nz5V/7hez97/qULpCBraPkoiHD65PpXP//o6RPrViRJ0+FwuLKyMh6PB4NBkiTOOSJiZlpkALwIq2oeIwBaXm3blmUZY8z39m7cvPn0M89/92fPXrt+i6whY2g5AKQ6HPSfOHv/nz1072Q4EPFZlg1Ho/F4PBqN+v2+D8FZy8y0+AB4EVbVPEYAtLwwV1VVURQxxune3ptvX/nu08/823Mv5tNI1hLTYmvbJAmP3rfxxNkHjh9dtc6FJ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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
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              "class_name": "pie_chart",
              "confidence": 0.9996576309204102
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            {
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            },
            {
              "class_name": "other",
              "confidence": 1.3265133929962758e-05
            },
            {
              "class_name": "line_chart",
              "confidence": 1.1676613212330267e-05
            },
            {
              "class_name": "table",
              "confidence": 5.441529083327623e-06
            },
            {
              "class_name": "scatter_plot",
              "confidence": 2.021342197622289e-06
            },
            {
              "class_name": "full_page_image",
              "confidence": 2.002989504035213e-06
            },
            {
              "class_name": "geographical_map",
              "confidence": 1.68471865436004e-06
            },
            {
              "class_name": "logo",
              "confidence": 1.2288893458389794e-06
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 8.632894150650827e-07
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 7.322569217649288e-07
            },
            {
              "class_name": "music",
              "confidence": 6.73594115596643e-07
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 3.519346023495018e-07
            },
            {
              "class_name": "photograph",
              "confidence": 2.4422195110673783e-07
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 2.3810771665466746e-07
            },
            {
              "class_name": "topographical_map",
              "confidence": 9.765287956042812e-08
            },
            {
              "class_name": "signature",
              "confidence": 8.161366338299558e-08
            },
            {
              "class_name": "box_plot",
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            },
            {
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            },
            {
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              "confidence": 2.1537381655889476e-08
            },
            {
              "class_name": "bar_code",
              "confidence": 2.963125966815028e-09
            },
            {
              "class_name": "qr_code",
              "confidence": 2.6966244792703264e-09
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/11",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "meta": {
        "description": {
          "created_by": "quber-chart-scan",
          "text": "<a id='6316ae4b-b300-4f0c-b01f-f522e9362d18'></a>\n\nPortfolio Summary\n---\n<::Donut chart titled \"Portfolio Summary\" showing two segments:\n- Mezzanine, 1%\n- Senior, 99%\n: chart::>"
        },
        "classification": {
          "predictions": [
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              "class_name": "pie_chart"
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            {
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              "class_name": "flow_chart"
            },
            {
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              "class_name": "page_thumbnail"
            },
            {
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            },
            {
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              "class_name": "calendar"
            },
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"
      },
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "pie_chart",
              "confidence": 0.9992907047271729
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 0.000151392727275379
            },
            {
              "class_name": "bar_chart",
              "confidence": 7.836217264411971e-05
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 7.116927008610219e-05
            },
            {
              "class_name": "icon",
              "confidence": 5.8775862271431834e-05
            },
            {
              "class_name": "calendar",
              "confidence": 5.863930346095003e-05
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 5.659393355017528e-05
            },
            {
              "class_name": "flow_chart",
              "confidence": 4.6275457862066105e-05
            },
            {
              "class_name": "other",
              "confidence": 4.362235631560907e-05
            },
            {
              "class_name": "table",
              "confidence": 3.8306192436721176e-05
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 2.9963310225866735e-05
            },
            {
              "class_name": "line_chart",
              "confidence": 1.71870160556864e-05
            },
            {
              "class_name": "logo",
              "confidence": 1.6549869542359374e-05
            },
            {
              "class_name": "full_page_image",
              "confidence": 1.154326309915632e-05
            },
            {
              "class_name": "photograph",
              "confidence": 9.94542187982006e-06
            },
            {
              "class_name": "geographical_map",
              "confidence": 6.9600878305209335e-06
            },
            {
              "class_name": "scatter_plot",
              "confidence": 4.877420451521175e-06
            },
            {
              "class_name": "music",
              "confidence": 2.9253767479531234e-06
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 2.7663857053994434e-06
            },
            {
              "class_name": "topographical_map",
              "confidence": 1.1734937288565561e-06
            },
            {
              "class_name": "signature",
              "confidence": 1.062996830114571e-06
            },
            {
              "class_name": "stamp",
              "confidence": 8.546072649551206e-07
            },
            {
              "class_name": "box_plot",
              "confidence": 1.341950337518938e-07
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 1.258688513416928e-07
            },
            {
              "class_name": "bar_code",
              "confidence": 5.741532405068028e-08
            },
            {
              "class_name": "qr_code",
              "confidence": 2.2390954868001245e-08
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/13",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "meta": {
        "description": {
          "created_by": "quber-chart-scan",
          "text": "<a id='72136611-6384-4775-a022-8d3df1a2b11e'></a>\n\nBy Region\n<::Donut chart titled \"By Region\" showing the following distribution:\nMideast, 11%\nVarious, 12%\nSouthwest, 20%\nSoutheast, 40%\nRocky Mountain, 8%\nGreat Lakes, 4%\nNew England, 3%\nFar West, 2%\n: chart::>"
        },
        "classification": {
          "predictions": [
            {
              "confidence": 0.997231662273407,
              "created_by": "DocumentPictureClassifier",
              "class_name": "pie_chart"
            },
            {
              "confidence": 0.0015950455563142896,
              "created_by": "DocumentPictureClassifier",
              "class_name": "bar_chart"
            },
            {
              "confidence": 0.000299194740364328,
              "created_by": "DocumentPictureClassifier",
              "class_name": "flow_chart"
            },
            {
              "confidence": 0.00016965372196864337,
              "created_by": "DocumentPictureClassifier",
              "class_name": "calendar"
            },
            {
              "confidence": 0.00016733295342419297,
              "created_by": "DocumentPictureClassifier",
              "class_name": "engineering_drawing"
            },
            {
              "confidence": 0.00012164226063759997,
              "created_by": "DocumentPictureClassifier",
              "class_name": "line_chart"
            },
            {
              "confidence": 0.00011913645721506327,
              "created_by": "DocumentPictureClassifier",
              "class_name": "other"
            },
            {
              "confidence": 0.0001026909812935628,
              "created_by": "DocumentPictureClassifier",
              "class_name": "table"
            },
            {
              "confidence": 8.515760418958962e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "icon"
            },
            {
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
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              "class_name": "pie_chart",
              "confidence": 0.997231662273407
            },
            {
              "class_name": "bar_chart",
              "confidence": 0.0015950455563142896
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            },
            {
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              "confidence": 0.00011913645721506327
            },
            {
              "class_name": "table",
              "confidence": 0.0001026909812935628
            },
            {
              "class_name": "icon",
              "confidence": 8.515760418958962e-05
            },
            {
              "class_name": "logo",
              "confidence": 1.898404116218444e-05
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 1.770151902746875e-05
            },
            {
              "class_name": "full_page_image",
              "confidence": 1.6579617295064963e-05
            },
            {
              "class_name": "geographical_map",
              "confidence": 1.4749325600860175e-05
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 9.94756646832684e-06
            },
            {
              "class_name": "scatter_plot",
              "confidence": 8.319155313074589e-06
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 6.419318651751382e-06
            },
            {
              "class_name": "music",
              "confidence": 4.232657829561504e-06
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 3.435407734286855e-06
            },
            {
              "class_name": "photograph",
              "confidence": 2.196460172854131e-06
            },
            {
              "class_name": "signature",
              "confidence": 2.0418235635588644e-06
            },
            {
              "class_name": "topographical_map",
              "confidence": 1.898868617900007e-06
            },
            {
              "class_name": "box_plot",
              "confidence": 7.449469308085099e-07
            },
            {
              "class_name": "stamp",
              "confidence": 7.393422265522531e-07
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 3.543605942013528e-07
            },
            {
              "class_name": "bar_code",
              "confidence": 8.496619585685039e-08
            },
            {
              "class_name": "qr_code",
              "confidence": 5.810016290297426e-08
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/14",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "meta": {
        "description": {
          "created_by": "quber-chart-scan",
          "text": "<a id='95da1ace-6a6e-4f6d-aec2-7c9a6a51b7de'></a>\n\nBy Collateral\n---\n<::donut chart\nMultifamily, 92%\nHealthcare, 5%\nIndustrial, 3%\n: chart::>"
        },
        "classification": {
          "predictions": [
            {
              "confidence": 0.9892464280128479,
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              "class_name": "pie_chart"
            },
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              "class_name": "icon"
            },
            {
              "confidence": 0.0012737566139549017,
              "created_by": "DocumentPictureClassifier",
              "class_name": "other"
            },
            {
              "confidence": 0.0005077198147773743,
              "created_by": "DocumentPictureClassifier",
              "class_name": "logo"
            },
            {
              "confidence": 0.00046357925748452544,
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              "class_name": "flow_chart"
            },
            {
              "confidence": 0.0004585324495565146,
              "created_by": "DocumentPictureClassifier",
              "class_name": "screenshot_from_manual"
            },
            {
              "confidence": 0.0003726146824192256,
              "created_by": "DocumentPictureClassifier",
              "class_name": "screenshot_from_computer"
            },
            {
              "confidence": 0.00035249494249001145,
              "created_by": "DocumentPictureClassifier",
              "class_name": "bar_chart"
            },
            {
              "confidence": 0.00017501338152214885,
              "created_by": "DocumentPictureClassifier",
              "class_name": "page_thumbnail"
            },
            {
              "confidence": 0.00016939453780651093,
              "created_by": "DocumentPictureClassifier",
              "class_name": "table"
            },
            {
              "confidence": 0.0001419999316567555,
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              "class_name": "photograph"
            },
            {
              "confidence": 0.00012572402192745358,
              "created_by": "DocumentPictureClassifier",
              "class_name": "calendar"
            },
            {
              "confidence": 0.00010083593224408105,
              "created_by": "DocumentPictureClassifier",
              "class_name": "line_chart"
            },
            {
              "confidence": 9.920777665684e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "full_page_image"
            },
            {
              "confidence": 7.905740494607016e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "chemistry_structure"
            },
            {
              "confidence": 5.503963984665461e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "scatter_plot"
            },
            {
              "confidence": 4.891681965091266e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "music"
            },
            {
              "confidence": 4.3528852984309196e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "signature"
            },
            {
              "confidence": 2.6452493329998106e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "geographical_map"
            },
            {
              "confidence": 1.4899222151143476e-05,
              "created_by": "DocumentPictureClassifier",
              "class_name": "stamp"
            },
            {
              "confidence": 7.574777555419132e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "topographical_map"
            },
            {
              "confidence": 1.842743472479924e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "crossword_puzzle"
            },
            {
              "confidence": 1.0195003596891183e-06,
              "created_by": "DocumentPictureClassifier",
              "class_name": "box_plot"
            },
            {
              "confidence": 8.679452889737149e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "bar_code"
            },
            {
              "confidence": 3.733655660198565e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "qr_code"
            }
          ]
        },
        "quber__figure_job_id": "cmsgvps0i063dfo01alsqt0jc",
        "quber__figure_model": "dpt-2",
        "quber__figure_version": "dpt-2-20260410",
        "quber__figure_chunk_id": "95da1ace-6a6e-4f6d-aec2-7c9a6a51b7de",
        "quber__read_by": [
          {
            "reader": "ade",
            "produced": []
          }
        ],
        "quber__footnote_marks": [
          {
            "marker": "(1)",
            "kind": "footnote",
            "label": "6.49% all-in coupon"
          }
        ],
        "quber__footnotes": [
          {
            "marker": "",
            "text": "Note: Charts shown above are based on the initial funding/unpaid principal balance of the newly originated loans."
          },
          {
            "marker": "1.",
            "text": "All-in coupon based on 3/31/26 SOFR indices."
          }
        ]
      },
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      "captions": [],
      "references": [],
      "footnotes": [],
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"
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      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
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            {
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    {
      "self_ref": "#/pictures/15",
      "parent": {
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      "children": [],
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        "description": {
          "created_by": "quber-chart-scan",
          "text": "<a id='60405435-70c9-447f-98b9-4f35bdc29460'></a>\n\nBy State\n<::donut chart::>\nTexas, 20%\nFlorida, 18%\nNorth Carolina, 17%\nVarious, 12%\nAll Other, 11%\nColorado, 7%\nNew Jersey, 6%\nGeorgia, 5%\nOhio, 4%\n<::>"
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              "created_by": "DocumentPictureClassifier",
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        },
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        "quber__figure_model": "dpt-2",
        "quber__figure_version": "dpt-2-20260410",
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        "quber__read_by": [
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      "prov": [
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      "captions": [],
      "references": [],
      "footnotes": [],
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          "kind": "classification",
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          "created_by": "quber-chart-scan",
          "text": "<a id='50cf0294-1eb9-460f-87be-83db53cc78fd'></a>\n\nRisk Ratings\n<::Bar chart showing percentages by Risk Rating, followed by a table with detailed data.\n: chart::>\n<::\nRisk Rating\n| Risk Rating | 1 | 2 | 3 | 4 | 5 |\n| :--- | :--- | :--- | :--- | :--- | :--- |\n| 0.0% | 69.0% | 20.9% | 6.1% | 4.0% | |\n| Principal Balance | - | 3,180 | 965 | 281 | 183 |\n| Loan Count, 4Q25 | - | 137 | 22 | 6 | 4 |\n| (+) Addition | - | 16 | 5 | 1 | 1 |\n| (-) Reduction | - | (13) | (1) | - | (1) |\n| Loan Count, 1Q26 | - | 140 | 26 | 7 | 4 |\n| Change QoQ | - | 3 | 4 | 1 | - |\n| Non-Performing | - | - | 1 | 2 | 4 |\n| Watch List | - | - | - | 7 | 4 |\n: table::>"
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        "quber__figure_job_id": "cmsgvpyn7068feq015t5vhzgq",
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        "quber__figure_chunk_id": "50cf0294-1eb9-460f-87be-83db53cc78fd",
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        "quber__footnotes": [
          {
            "marker": "",
            "text": "Principal balance in millions. Watchlist loans are loans with a risk rating of 4 or 5."
          }
        ]
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "bar_chart",
              "confidence": 0.8790348172187805
            },
            {
              "class_name": "table",
              "confidence": 0.10330476611852646
            },
            {
              "class_name": "line_chart",
              "confidence": 0.007570342160761356
            },
            {
              "class_name": "calendar",
              "confidence": 0.00476281950250268
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 0.0023450374137610197
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 0.0008349686395376921
            },
            {
              "class_name": "flow_chart",
              "confidence": 0.00046358443796634674
            },
            {
              "class_name": "full_page_image",
              "confidence": 0.000312294636387378
            },
            {
              "class_name": "box_plot",
              "confidence": 0.00024250242859125137
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 0.00024239976482931525
            },
            {
              "class_name": "pie_chart",
              "confidence": 0.00020880605734419078
            },
            {
              "class_name": "other",
              "confidence": 0.00013977833441458642
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 0.00010725836909841746
            },
            {
              "class_name": "signature",
              "confidence": 7.075674511725083e-05
            },
            {
              "class_name": "geographical_map",
              "confidence": 6.758774543413892e-05
            },
            {
              "class_name": "logo",
              "confidence": 4.447718310984783e-05
            },
            {
              "class_name": "music",
              "confidence": 4.2792013118742034e-05
            },
            {
              "class_name": "qr_code",
              "confidence": 3.9950577047420666e-05
            },
            {
              "class_name": "icon",
              "confidence": 3.9050366467563435e-05
            },
            {
              "class_name": "scatter_plot",
              "confidence": 3.5336004657438025e-05
            },
            {
              "class_name": "photograph",
              "confidence": 2.1361112885642797e-05
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 1.830653491197154e-05
            },
            {
              "class_name": "crossword_puzzle",
              "confidence": 1.7396698240190744e-05
            },
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              "confidence": 1.3829756426275708e-05
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        "description": {
          "created_by": "quber-chart-scan",
          "text": "<a id='fe4d94bd-00c0-4d15-919b-1b59667a46a6'></a>\n\n<::Annual EPS Sensitivity on Index Rates\n\nBar chart showing EPS sensitivity based on changes in floating base rate indices.\n\nX-axis: Change in Floating Base Rate Indices\nY-axis: EPS Sensitivity (implied by bar values)\n\nBars and their corresponding values:\n-1.00%: $0.17\n-0.75%: $0.11\n-0.50%: $0.06\n3/31/2026: $0.00\n+0.25%: ($0.02)\n\nCallout boxes:\n- As of 4/15/26: 1M SOFR: 3.67%\n- As of 3/31/26: 1M SOFR: 3.66%\n: chart::>"
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            {
              "confidence": 1.9016388250747696e-05,
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            {
              "confidence": 1.067310859070858e-05,
              "created_by": "DocumentPictureClassifier",
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            {
              "confidence": 7.095990895322757e-06,
              "created_by": "DocumentPictureClassifier",
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            {
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              "class_name": "logo"
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              "created_by": "DocumentPictureClassifier",
              "class_name": "chemistry_structure"
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            {
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              "class_name": "photograph"
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              "created_by": "DocumentPictureClassifier",
              "class_name": "topographical_map"
            },
            {
              "confidence": 6.786521566937154e-07,
              "created_by": "DocumentPictureClassifier",
              "class_name": "crossword_puzzle"
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              "class_name": "music"
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            {
              "confidence": 4.3581698605521524e-07,
              "created_by": "DocumentPictureClassifier",
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        },
        "quber__figure_job_id": "cmsgvpynm068geq018mdlhdjb",
        "quber__figure_model": "dpt-2",
        "quber__figure_version": "dpt-2-20260410",
        "quber__figure_chunk_id": "fe4d94bd-00c0-4d15-919b-1b59667a46a6",
        "quber__read_by": [
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            "produced": []
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        "quber__footnote_marks": [],
        "quber__footnotes": [
          {
            "marker": "",
            "text": "Reflects earnings impact of an increase or decrease in the floating-rate indices referenced by our portfolio, assuming no change in credit spreads, portfolio composition or asset performance."
          }
        ]
      },
      "label": "picture",
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      "references": [],
      "footnotes": [],
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
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            },
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            },
            {
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            },
            {
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            },
            {
              "class_name": "full_page_image",
              "confidence": 1.067310859070858e-05
            },
            {
              "class_name": "scatter_plot",
              "confidence": 7.095990895322757e-06
            },
            {
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              "confidence": 6.411873528122669e-06
            },
            {
              "class_name": "icon",
              "confidence": 6.376729743351461e-06
            },
            {
              "class_name": "geographical_map",
              "confidence": 5.370959115680307e-06
            },
            {
              "class_name": "box_plot",
              "confidence": 4.8988749767886475e-06
            },
            {
              "class_name": "logo",
              "confidence": 2.6693562631407985e-06
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 1.6490909047206515e-06
            },
            {
              "class_name": "qr_code",
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            },
            {
              "class_name": "stamp",
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            },
            {
              "class_name": "photograph",
              "confidence": 1.1654071840894176e-06
            },
            {
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              "confidence": 9.973628039006144e-07
            },
            {
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            },
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            },
            {
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              "confidence": 6.415907591872383e-07
            },
            {
              "class_name": "signature",
              "confidence": 4.3581698605521524e-07
            }
          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/18",
      "parent": {
        "$ref": "#/body"
      },
      "children": [],
      "content_layer": "body",
      "meta": {
        "description": {
          "created_by": "quber-chart-scan",
          "text": "<a id='c094f9d4-7bea-4e3f-971c-673ed5b8c758'></a>\n\nFully Extended Maturity by Year\n<::bar chart showing fully extended maturity by year:\n2026 ROY: $731\n2027: $806\n2028: $985\n2029: $1,312\n2030: $529\n2031: $246::>"
        },
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            {
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            {
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              "class_name": "icon"
            },
            {
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              "created_by": "DocumentPictureClassifier",
              "class_name": "geographical_map"
            },
            {
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              "class_name": "page_thumbnail"
            },
            {
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              "class_name": "scatter_plot"
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            {
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        "quber__figure_version": "dpt-2-20260410",
        "quber__figure_chunk_id": "c094f9d4-7bea-4e3f-971c-673ed5b8c758",
        "quber__read_by": [
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        "quber__footnote_marks": [],
        "quber__footnotes": [
          {
            "marker": "",
            "text": "All numbers in millions."
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
            {
              "class_name": "bar_chart",
              "confidence": 0.9990930557250977
            },
            {
              "class_name": "table",
              "confidence": 0.000868022907525301
            },
            {
              "class_name": "pie_chart",
              "confidence": 1.882388642115984e-05
            },
            {
              "class_name": "line_chart",
              "confidence": 9.18193381949095e-06
            },
            {
              "class_name": "screenshot_from_computer",
              "confidence": 5.362173396861181e-06
            },
            {
              "class_name": "other",
              "confidence": 1.1723421948772739e-06
            },
            {
              "class_name": "screenshot_from_manual",
              "confidence": 1.1617256632234785e-06
            },
            {
              "class_name": "calendar",
              "confidence": 6.810765285081288e-07
            },
            {
              "class_name": "box_plot",
              "confidence": 5.955652113698306e-07
            },
            {
              "class_name": "engineering_drawing",
              "confidence": 4.15717579471675e-07
            },
            {
              "class_name": "flow_chart",
              "confidence": 3.2875277611310594e-07
            },
            {
              "class_name": "icon",
              "confidence": 2.7720719231183466e-07
            },
            {
              "class_name": "geographical_map",
              "confidence": 1.4808681214617536e-07
            },
            {
              "class_name": "page_thumbnail",
              "confidence": 1.477096560620339e-07
            },
            {
              "class_name": "scatter_plot",
              "confidence": 1.3743679971867095e-07
            },
            {
              "class_name": "qr_code",
              "confidence": 1.3559746037117293e-07
            },
            {
              "class_name": "logo",
              "confidence": 1.2322844611389883e-07
            },
            {
              "class_name": "full_page_image",
              "confidence": 1.1559241386294161e-07
            },
            {
              "class_name": "bar_code",
              "confidence": 2.3575983831847225e-08
            },
            {
              "class_name": "photograph",
              "confidence": 1.9910380899546e-08
            },
            {
              "class_name": "stamp",
              "confidence": 1.7368162019693045e-08
            },
            {
              "class_name": "chemistry_structure",
              "confidence": 1.4388637836759699e-08
            },
            {
              "class_name": "topographical_map",
              "confidence": 1.1744559103021857e-08
            },
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"
      },
      "annotations": [
        {
          "kind": "classification",
          "provenance": "DocumentPictureClassifier",
          "predicted_classes": [
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            {
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            {
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              "confidence": 9.296736607211642e-06
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          ]
        }
      ]
    },
    {
      "self_ref": "#/pictures/20",
      "parent": {
        "$ref": "#/body"
      },
      "children": [
        {
          "$ref": "#/texts/183"
        },
        {
          "$ref": "#/texts/184"
        },
        {
          "$ref": "#/texts/185"
        }
      ],
      "content_layer": "body",
      "meta": {
        "classification": {
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            {
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              "created_by": "DocumentPictureClassifier",
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      },
      "label": "picture",
      "prov": [
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      "captions": [],
      "references": [],
      "footnotes": [],
      "image": {
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        "dpi": 72,
        "size": {
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            "text": "\u2022 GAAP Net Income of $12.3 million or $0.07 per diluted common share or $0.08 per fully converted share (1) \u2022 Distributable Earnings before realized losses (2) of $25.9 million or $0.22 per fully converted share (1) \u2022 Distributable Earnings (2) of $13.5 million or $0.09 per fully converted share (1) . Distributable Earnings includes $12.3 million of realized losses within the quarter, of which $4.7 million was recognized in GAAP this quarter and $7.6 million was recognized in GAAP in previous quarters \u2022 Declared a Q1 2026 cash dividend of $0.20 per share, representing an annualized yield of 5.6% on fully-converted book value per share (1)",
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            "text": "\u2022 Fully-converted book value per share is $14.18 vs. $14.15 in Q4 2025 (1) . Undepreciated fully-converted book value per share is $14.58 vs. $14.34 in Q4 2025 (1) (3) \u2022 Net debt to equity is 2.8x; recourse net debt to equity is 1.2x \u2022 61% of financing sources are non-mark-to-market on our core book \u2022 $521 million of liquidity of which $116 million is cash and $3 million is CLO reinvest/ramp available (4) \u2022 Repurchased $39.8 million of common stock with a weighted average price of $9.13, which resulted in $0.24 of accretion to fully-converted book value per share (1)",
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            "text": "\u2022 Core Portfolio: Principal balance increased by $173 million in the quarter. Closed $468 million of new loan commitments and funded $496 million of principal balance including future funding on existing loans. Received loan repayments of $323 million \u2022 Agency Business: Originated $646 million of new loan commitments under programs with Fannie Mae, Freddie Mac, and HUD",
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